'double slit experiment problem'

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SUMMARY

The discussion focuses on the effects of varying slit widths in the double slit experiment on fringe separation and brightness. Increasing the width of the slits results in a decrease in fringe separation, while the brightness of light fringes increases and dark fringes become less distinct. The relevant formula for understanding these changes is sin(theta) = n*lambda/d, which primarily addresses slit separation rather than width.

PREREQUISITES
  • Understanding of wave interference principles
  • Familiarity with the double slit experiment
  • Knowledge of the formula sin(theta) = n*lambda/d
  • Basic concepts of light intensity and brightness
NEXT STEPS
  • Research the impact of slit width on interference patterns in the double slit experiment
  • Explore the relationship between slit width and light intensity
  • Study the mathematical derivation of fringe separation in wave optics
  • Investigate the effects of varying slit separation in conjunction with slit width
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Students studying physics, particularly those focusing on wave optics and interference phenomena, as well as educators seeking to clarify concepts related to the double slit experiment.

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Homework Statement



q. when the width of both slits in double slit experiment is increased or decreased what happens to:
1. separation of fringes
2. brightness of light fringes
3. brightness of dark fringes

and why?


Homework Equations


-


The Attempt at a Solution


couldnt think of any thing
 
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Do you know the formula sin(theta)=n*lambda/d? You should be able to answer 2 and 3 just by thinking about what happens if the slit width is made very large.
 
ideasrule said:
Do you know the formula sin(theta)=n*lambda/d? You should be able to answer 2 and 3 just by thinking about what happens if the slit width is made very large.

i know the equation but it does not deal with the WIDTH of the slits instead it deals with the SLIT separation.
 

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